Step-by-step guidance through the stages of problem definition, modeling, and solution. Presents six example problems, as well as nine industry-standard benchmark problems. Covers dynamic and thermal analysis, substructuring, and linear statics, and discusses how to calibrate the accuracy of finite.

The finite element method is often used for numerical computation in the applied sciences. It makes a major contribution to the range of numerical methods used in the simulation of systems and irregular domains, and its importance today has made it an important subject of study for all engineering students.

The finite element method is often used for numerical computation in the applied sciences. It makes a major contribution to the range of numerical methods used in the simulation of systems and irregular domains, and its importance today has made it an important subject of study for all engineering students.

Oriented toward those who will use finite elements (FE) rather than toward theoreticians and computer programmers. Emphasizes the behavior of FE and how to use the FE method successfully. Includes several examples of FE analysis—each one features a critique of the accuracy of the solutions. Contains end-of-chapter exercises and extensive advice about FE modeling.